It has been shown that the majority rule model can be described by the classical Ising model with zero external magnetic field [1]} and that the general TM can be described as a random-field Ising model (RFIM) [2]}. The study of RFIMs in physics often focuses on critical temperature phenomena [3]} or metastable states and hysteresis loop phenomena at zero temperature [4]}, [5]}. Instead of using the notion of the thermodynamic temperature, where individuals probabilistically flip in a non-preferred direction, see, for example, [6]}, [7]}, we chose to set the thermodynamic temperature to zero and study the effects of mixing on the dynamics.
